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4%,7.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,35.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHlUlEQVRYhc2Wa3CcVRnHf+99L9nN7ia72VxML0mh0lrSNtDWlgo6UlvK0KotLSOMopQRRQZBVOrQic4ww2Vw9INKxbEtTMEiarHUsTMw1lYkpekFSi4USNqmuW12s9l99/Ze/RBbEJIlHb54Pp055z3/53ee53n/c+ATjuee3eP5JOeFj/tg021bggqmmBgZFGc3zbbq6xuM5jlzjJs3bHA+SeBpA3x4rL7lO2vzcmRn7z92q7FoSKyJxy3b8lvRWO1Ts2eHtra1tVmXoidfKkCFOdbX+05/EFOUZVnBcRwU2cdbHb94oP0QLfF4/J6hoaHu6epJlwrQ2fnmyILrNq9IDPU1abKJgMDg2Rf55VYI+GhKj+vfPTtI23T1xEsFABCDsbzsD2PbNqnkMF9fDyuvgp98G453ARCZrta0MnDPnTfNvH3L9/V9+/Y5C6+7bWX+3Y47Mv0nI4omEwiGOHZygJa58MxfIaPDNctrKpddXT9j8ZKvHO/o6CjbrMJPH3sk+NAPfpiZ7KIPP7ghcrrn6N+TyYEWjxYe8EVm3Nl+7Nzv6yOZmNdTJBbzkUrrvHfOwTZBktRUddjw6TnRI8sCtTW1z/zxb/23lgMQW6+8Up9kPb5pDfYbJ55PvNbRu8g0TTFfHGk433/8JT07FOs7l8N1XVRZIKurlAoiwYBANGJFJEn0RKsgm3FIjJqf37NnT9kyy2uu/9JHUlQXY+XNq0EQ4O1eqAyCKEJetlhSKUNRwh+wKVh54jEVTVKJ1pjoOoylXURtorlqYmZq48aNZUswaQ9kc/TkCqx483TleDRsxkaSCHkD/CGJzrckjnWaePBSF/XT8aZE13sm8ZiXUFhkNOWQy7rU1atGvLb5e6+fGOq8ZADAebuPXd3vlZ5cetWyEZ83HCzZoYTjlOqOdBQpWRJjeZWAGufwGwPkixaa4qM6YqFozfurIjWPx6Jz2n61o/2VcsHLAVwcx0+dO/pG9/COufPCgk8p3KjrGrKsYDsyBVQE16S2JkRd1CVaXcS0tV5bufK+nbv3DzJRia11UZ4O+Lk3m6cCOAy4F/SnZcVbtm3xDZx4sVe1rVg0ZuORBdJpk5IRxudP4dNE9IJDOm2gyjgld9ZNe/f17JNE/ixJrLvlhgmd3S+BbfMX22H9Be1pWfFYZ0/Q5wihT9X4iUbTeFUJqdZPalwnGgpi2ZDSXZI+k0QyLZrjIxXAZbbDuqcfgc1rJ3RWrYDN97MOuAx4G6bphM9fce2Ibchtqp2lpJuM54pkdRvLKlEwDAqmgSXqGIbNmTOqZcpzTwGLANZ87n2dD8xbLykDd0dSciJ8+Y6u3n9v0zRTVX0OqsfGMhwGUiVsx8VyID0GcmD240pdw2g8Hj8xNDTE/oPvZ2D/wYuSRy9MyvbAqlVLZup6emtyeGDNWMZWWxpL1Q1RqAhCEShlXALVAslxl2wOcjkoGf6ipimYtpPqPW9bIyPZxs3/7YFnJ+mBKQG2bdsmtx/b2S4Wzy7yiCLd79iMJgLURxyqqwxk1cajQCYvMqariKKPSCSFJIHP46KoApmczWg61tffPyLiwkCC3wIPAxfNSXj5yL/EL1y9/CNudc01jTP9auJ02OfI4ZBIqVjiQPtsPJofkRxGIYekyEiyhsfrx+uk8QcHCQctZFWiukrBtA2yeoWx+09pbaqLypMFB2hsnFE0hjNWxFeQHRtGx8Dn85At5BHtAnObigg4nOqSMSyHqngNhWI/rgMeTaDS72AjgaQNlSvzlE04K3CoJek0HU0leldYkkjfGRfRPY3iyCz4jMSSFokKRSPgzfLq0RRdeh9+r4NRgMZ6g0FRpGRDsFr5XTmAKZ3wn0d5Z+GyG17u7OxZns7a9eO6gqfSZnFLiPlzwadCImHz1HM6eh4U2WV4FNI5GE1hqEqkJHtiLyje8EM9PcPFqeJM6QPXb1gaSSZf/UNtgzlX87hEgiZSySGn5zBMg1ze4omn0lSH4eAuSL4GY0fgG+shb6AKimRoFZ579+49mS6XgSkB5oS1L1cH9KWBgBpsiEO4CmRVYKi/SHrM4vxwEcOER+6feI4JAgT88GQbzKqHrtMjoaCa3Lt27WJfWYAHH/iWOtmGYg//eGa1wMIrNJqbK6lvEKipUlAVkdG0SXLMBqB1/ofOKbDgcsgXobaq0OpVMteWBXj9yP75k20ElOFGDRPZhvqwRoVXQdNMJMni7BmH8dzEz9N+8n/PGQac6IYKH0RrZFGR3NZJ5N8HaGpsmvQNb7taupQTMAsChmWAK+JYLtg1fQ7z1g/2z7xbU+BHT8CBw+A4kErD7VvhzACs/aKKYbuges+WA5B/s+tQfrINwW34uWX3/syxXLFYLJHKGGTzVfnqhk/f+sLeVw5fuLA5zpOr7gC/F3KFicVliwSaZ0kkx6XU+Lh4oGwGpiSr9T9aFJseHUy5Rte7JQYHG7rrZ332xg8EB9juuFzl9Xr3BIOBzLxmgQ1rYeVykbG8YlC5+kBr67qRcgAf+yC5666vNVt5I4ga6t6+ffuk2QJYvGWLXNHT8VXByX6zMiQPqB7/r5du2HTivo33TekB/xfjP554O/YM9jkvAAAAAElFTkSuQmCC) 15 15, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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80%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88%,91.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHbUlEQVRYhcWWa3BUZxnHf+e+2bO3ZDcJuZILUBJSSimXSi2giKW0FeyUWJmKdXT4QKcjlRkd61Ssjk6tMzo4YyvMaIuMaEGdoSIloO1AQQQLQuUSoBaSlqQEkmx2N7t7rq8fQoUm2QT0g8/MO+d93svz/5//+5z3OfA/2m9/sy1wrRsC5FvdL4234NFVqyMajnylp1tuaGxwq6qq7UmTJ9ufW7HCB1RgLfAUUGloYDnsBL4JnLxVMjdl96984sEFq57pra1tTE+srXUAoSqI6VMQ5XEEIMJBBDDnZuLdsmQhp//i5fa3I07ODXV0dqpNDXBuN5zYAZf2wXNfg3QWgF/cauybtk8+9p02M14jALF/C0Kc+WhbMHtICWDGeLEKKaAC0681dcSmSFnWl4bS565pIzfPbP5Pt/a/ITC/tgIHOAGcqK3AWTCvpXXjxo0qwJ2fWDX/6t92tDBwGYDj7SMDHD8z9Kyrq+sajwDf/dEPIze4E6IhxJ1NiJ0vDrWZzYhoCPHwovJLj39+7tKm2yovf+pjIbFwzpDMLZMRna8PSe+dQvz4G0PjlWWIR5ZUbxmXwK49u29UYa0sIS7tu36eXfsQioy4ZwZi8b26qKmUxaRqSTywEDF/jiIAoWuIWdMQ1eVD4GYRoqkOsWB2+aVt27aNmejq0k8v8W/wa0qiUFl2faCiDOIxUFQwS1zmRlXIK5hhj0SZg2EovH3K461ToCowpQ7qa+Byt0R5mdPX2trqDwe90YazO3o1CW0Hrg/sPQg9fWA5oGoKp8/KtP3V5sI7BkEpTk9PFM8PsGxxgFWtKhXlKpm0zMR63U6U1T47FjiMvAnlSBFncg5TWpeAJMErr0F9dTRb31BxWjO6Z7XtzeAJhbBZxLzmSl47fA6Ez4ymGLc358la9bsMVdkRi5YceWHzvuPjEVCG+cJy+aXvY/anaO7owulP8UJv0lraNK3YCWq5hzIZA1XV8HyVHDqScKgoj1FZKihN5HE844Kn3bFu89Zd3eOBj6bAqLZ6/epg1/FXL+ieW1Za5hFQJZJJB8suJmj2ETRkMjmfZNJGV/EtUb9sx86zO28m9ohLZjTrP302EvSlWE25SWlpkiJdQakw6RvIUBqL4HrQlxH0Bh2u9CZlZ6AnNCzEh7k2IiFvqhZsb17Y49nqs7qXxso4DAzmSWc8XNciZ9vkHBtXzmDbHh0duuuoUz9SCb+9hi3rn+DXo8W+qSN4csOT+pVDZxL57kMXDMPW9aCPHlBxbR8tIPB8getDsh8GrIbnQvUzNphZerZv3/7hGxdUYEwC9903ty6TSX6r93LX0v6Up8+otRLVpRCKQB6wUoJwQqJ3QJAehMFBsGwzbxgajkef5Uf/bIZjz7zxxj86C2EUJLB+/Xr18LHNh+V858yALNP+jsfVK2GqSnwScRtV9whokMrK9Gd0ZDlISUkfigLBgEDTJdKDAlmr2f/Hto4FBQn85chBedGcez4ijarweMtkXhICJpRLNE4MYOUt9hxuIGCYyAxi5wZRNBVFNQgUmRT5ScxIN8URF1VXSMQ1HM8mnQnZW/+QNAoRUIeDAwtLorz0/bVDF9GXnhaUxmzSWQgGA6RzWWQvx9TGPBI+J8+o2K5PfEI5ufz7CB8ChkTU9PFQQDE+KAQOo3yGqsJnVy2DpddE++JyOHjMI5ORkMV5NF9l+u0Kc2cohDSD8hKbt058gPD7CQclOjsk4gmPbtnF8iCS0Mb8MxpBwPU4ceAYWPaQf+AoDKQgb+uYcY95M2NMqXcwNEEwIHHvHSYzmw1Onk9x8T0fqSj6g57e3MO5fKg2XBJ61faiP4X3CxIYLQn12+o50dvPVICqCvxwENnKybg+1DQEmTYVik2dSEDDQKE/4/HK7h4Gc4J4SE6ZISlSFKw7mfG0xW1t7WMewfBaAOD1JvnZ8s/MdqZOdhYl4pYUDkiggO1KDKY8SoohEpaQkUhnJf60/ypVCZ+gAeGIMBKlGkWBdBm+P79hctPWc+e6nYIEnv76V/Q3Dx7zhk8sujvy8sQyq7i6UiFoBkCxkXwNxwXFcCkuVvCFxLvv2TjZPL/bAL1JkHWTlsYYxZEAsuRUZC3l0On2vvOFCKh/P7KrBTg2fCKsXa41kFA8qCo2GEhrpAwHRRF0dghUzcLQXE6dctBVWPFVcFx4cKGJD6i6IFYiyd39YhawqyCBxtrG9r2M/Hf0hJG0Bp2E5ktIsg1CxncFeOUXfeJPnT1t6+FwRC4KqHJQvvJAVHt35ZRpJo7vkbIdhJCwPQ/0ooK3IID681+9mR1tQhLVP3G9C9/zXSHn8xZ9KZt0Np5NVDd94fc7Xj9w49pF85oZHFRXZi0BtoVjS3hI9KbUvoEBec9YBApWQ7XCfD4vNz7f3SfsM/+y6O6ubq+qn/fQcHCAjy9esW1AmfbyP897fk+fRc5xuZrGJnr/nlmzlveMRWDcarhmzWOT3KwdQY+1b9q0aVS1AO5avVoNnT36iOSnvxyNqV16wHzx7hWPHl/Xui4/Hsb/1f4NW48c+knyKiMAAAAASUVORK5CYII=) 15 15, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur72738 1.25s linear infinite forwards;
}
